Uzay hareketinin diferensiyel geometrisi üzerine

This thesis covers three chapters such a way that in the first chapter,to makeeasily understood we give the basic concepts in differential geometry and kinematics.An adjoint point to a ruled surface is defined in the second chapter. And theproperties are presented for this point to be fixed. The properties of the curve whichis the geometrical place of the A point adjoining to the ruled surfaces are analysedby associating the properties of the ruled surface.An adjoint ruled surface to another ruled surface is defined in the third chapter.The two ruled surfaces moving without sliding on each other and the ruled surfaceadjoining to these ruled surfaces are studied.